| 258 - 258 |
The 1993 Axelby,George,S. Outstanding Paper Award
Sain MK |
| 259 - 268 |
Inverse Passive Learning of an Input Output-Map Through Update-Spline-Smoothing
Heiss M |
| 269 - 279 |
Lyapunov Stability of a Class of Discrete-Event Systems
Passino KM, Michel AN, Antsaklis PJ |
| 280 - 299 |
H-Infinity-Optimal Control for Singularly Perturbed Systems .2. Imperfect State Measurements
Pan ZG, Basar T |
| 300 - 314 |
Internally Stable Nonlinear-Systems with Disturbances - A Parameterization
Hammer J |
| 315 - 328 |
Polynomial J-Spectral Factorization
Kwakernaak H, Sebek M |
| 329 - 342 |
Supervisory Control of Timed Discrete-Event Systems
Brandin BA, Wonham WM |
| 343 - 345 |
A New Smith Predictor for Controlling a Process with an Integrator and Long Dead-Time
Astrom KJ, Hang CC, Lim BC |
| 345 - 346 |
Argument Conditions for Hurwitz and Schur Polynomials from Network Theory
Bose NK |
| 347 - 351 |
Decentralized Stable Factors and a Parameterization of Decentralized Controllers
Date RA, Chow JH |
| 352 - 355 |
Tabular Method for Determining Root Distribution of Delta-Operator Formulated Real Polynomials
Premaratne K, Jury EI |
| 355 - 360 |
A Reduced-Order Observer-Based Controller-Design for H-Infinity-Optimization
Stoorvogel AA, Saberi A, Chen BM |
| 360 - 364 |
A Large Deviations Analysis of Range Tracking Loops
Dembo A, Zeitouni O |
| 364 - 368 |
On the Convergence of Least-Squares Estimates in White-Noise
Nassiritoussi K, Ren W |
| 368 - 371 |
On Stability of Interval Matrices
Sezer ME, Siljak DD |
| 371 - 376 |
Unified Formulation of Variable-Structure Control Schemes for Robot Manipulators
Yao B, Chan SP, Wang DW |
| 377 - 379 |
Eigenvalues of Tridiagonal Symmetrical Interval Matrices
Commercon JC |
| 379 - 381 |
Relationship Between Availability of States and Pole-Zero Cancellations in H-Infinity-Control
Miyamoto S, Arinaga S |
| 381 - 385 |
The Generation of Discrete-Time Q-Markov Covers via Inverse Solution of the Lyapunov Equation
Sreeram V, Agathoklis P, Mansour M |
| 385 - 391 |
Time-Complexity of a Path Formulated Optimal Routing Algorithm
Antonio JK, Tsai WK, Huang GM |
| 391 - 396 |
On the Nyquist Envelope of an Interval Plant Family
Hollot CV, Tempo R |
| 396 - 400 |
Robustness of Unmodified Stochastic Adaptive-Control Algorithms
Radenkovic MS, Bialasiewicz JT |
| 401 - 405 |
Positively Invariant-Sets for Constrained Continuous-Time Systems with Cone Properties
Tarbouriech S, Burgat C |
| 406 - 410 |
The Spectral Density of a Nonlinear Damping Model - Multi-Dof Case
Zhang WJ |
| 410 - 414 |
A Bilinear Formulation for the Output-Feedback Problem in Linear-Systems
Syrmos VL, Lewis FL |
| 414 - 419 |
A New Method of Switching Surface Design for Multivariable Variable-Structure Systems
Lee JJ, Xu YS |
| 420 - 421 |
Comments on 2 Methods for Designing a Digital Equivalent to a Continuous Control-System
Hall SR |
| 422 - 425 |
Suboptimal Perfect Model-Matching for a Plant with Measurement Noise and Its Application to Mracs
Mutoh Y, Nikiforuk PN |
| 425 - 428 |
Robust D-Stability for Linear Uncertain Discrete Time-Delay Systems
Su TJ, Shyr WJ |
| 428 - 433 |
Ultimate Boundedness Control for Uncertain Discrete-Time-Systems via Set-Induced Lyapunov Functions
Blanchini F |
| 433 - 434 |
A Parameterization for the Class of All Stabilizing Controllers for Linear Minimum-Phase Plants
Glaria JJ, Goodwin GC |
| 435 - 441 |
Accuracy and Stability of Discrete-Time Filters Generated by Higher-Order S-to-Z Mapping Functions
Schneider AM, Anuskiewicz JA, Barghouti IS |
| 441 - 447 |
On Residual Generation by Observer and Parity Space Approaches
Magni JF, Mouyon P |
| 447 - 448 |
On a Property of Compensators Designed by the Separation Principle - Comment
Bender DJ |
| 448 - 448 |
On a Property of Compensators Designed by the Separation Principle - Reply
Friedland B, Mentzelopoulou SE, Antoniou GE |
